例句與造句

1. This eventually led to the concept of the extended complex plane.
2. However, what happens in the case of the extended complex plane?
3. This topological space, the complex plane plus the point at infinity, is known as the extended complex plane.
4. Intuitively, it is almost as if the convergent continued fraction maps the entire extended complex plane into a single point.
5. The group " G " " c " acts by M鯾ius transformations on the extended complex plane.
6. It's difficult to find extended complex plane in a sentence. 用extended complex plane造句挺難的
7. If " f " extends to a quasiconformal mapping of the extended complex plane then  " ? is by definition a quasicircle.
8. When this is done, the resulting space is a one-dimensional complex manifold, or Riemann surface, called the extended complex plane or the Riemann sphere.
9. Note that, because of the assumptions on the Beltrami coefficient, a M鯾ius transformation of the extended complex plane can be applied to make the singular set of the Beltrami coefficient compact.
10. There are two points at infinity ( positive, and negative ) on the real number line, but there is only one point at infinity ( the north pole ) in the extended complex plane.
11. For example, projective geometry is about the group of projective transformations that act on the real projective plane, whereas inversive geometry is concerned with the group of inversive transformations acting on the extended complex plane.
12. Every second-order linear ODE on the extended complex plane with at most four regular singular points, such as the Lam?equation or the hypergeometric differential equation, can be transformed into this equation by a change of variable.
13. In mathematics, the "'Riemann sphere "', named after Bernhard Riemann, is a model of the "'extended complex plane "', the complex plane plus a point at infinity.
14. Koebe's theorem also implies that any finitely connected bounded region in the plane is conformally equivalent to the open unit disk with finitely many smaller disjoint closed disks removed, or equivalently the extended complex plane with finitely many disjoint closed disks removed.